Study on two different calculation methods for thrust aerostatic bearings with single supply hole at large gas film clearance

Hechun Yu, Wen-qi Ma
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引用次数: 1

Abstract

In order to study the applicability of the Reynolds equation and the precise calculation of the flow field at large gas film clearance, the thrust aerostatic bearing with single supply hole was taken as a study subject. Both the finite difference method (FDM) based on Reynolds equation and the finite volume method (FVM) based on N-S equations were used to calculate the two-dimension flow field. For FDM, the Newton iteration method for two-dimension Reynolds equation of thrust aerostatic bearings was deduced, the central difference method was used, the Chebyshev accelerated over-relaxation iterative method was introduced to improve the calculation efficiency; For FVM based on the Fluent software, the structured and partial refinement grids were used, the mixture model of laminar and turbulent models was built and the SIMPLE algorithm was used for solving. The calculation results of the two numerical methods were compared with the experiment ones. The results show FDM based Reynolds equation are not effective to calculate the pressure depression and recovery, but after the pressure recovery, the calculation results agree well with the experiment ones, which can satisfy the engineering requirement, it needs little calculation grids and has a high calculation efficiency. The FVM based on N-S equations is able to calculate the pressure change with a high calculation resolution, which has a low calculation efficiency, and can be used for further study on the characteristics of the flow field.
大气膜间隙单供气孔推力静压轴承两种不同计算方法的研究
为了研究雷诺方程的适用性和大气膜间隙下流场的精确计算,以单供气孔推力静压轴承为研究对象。采用基于Reynolds方程的有限差分法(FDM)和基于N-S方程的有限体积法(FVM)计算二维流场。针对FDM,推导了推力静压轴承二维Reynolds方程的牛顿迭代法,采用中心差分法,引入Chebyshev加速过松弛迭代法,提高了计算效率;对于基于Fluent软件的FVM,采用结构化网格和部分细化网格,建立层流和湍流混合模型,采用SIMPLE算法求解。将两种数值方法的计算结果与实验结果进行了比较。结果表明,基于FDM的Reynolds方程不能有效地计算压力下降和恢复,但压力恢复后的计算结果与实验结果吻合较好,可以满足工程要求,计算网格少,计算效率高。基于N-S方程的FVM能够以较高的计算分辨率计算压力变化,但计算效率较低,可用于流场特性的进一步研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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